Depends on medium
fastest through solids, then liquids, and slowest in gasses
fastest through warmer temperatures
Back
Surface Wave Examples
Front
ocean, ripples in ponds
Back
Surface Wave
Front
Particles vibrate parallel and perpendicular to propagation
crest and trough
travel along the boundary between two materials
Back
Mechanical Wave
Front
a disturbance that propagates through a deformable, elastic medium
Back
Frequency
Front
The number of cycles per second
-in Hz = cycles/sec
- f = 1/T
-Doesn't change often
Back
Infrasonic
Front
Below what we can hear; <20 Hz; Examples: Earthquakes, Machinery, Thunder
Back
f = velocity/wavelength
Front
If the speed in the new medium decreases, the wavelength will as well, because frequency stays the same no matter what.
Back
Periodic Wave
Front
a continueous wave produced by a source vibrating with simple harmonic motion
Back
Wavelength
Front
the distance between an two consecutive similar parts on a wave
-crest to crest, trough to trough, compression to compression
-lambda
Back
Refraction
Front
the change of wave direction at the boundary between two media
-wave length and velocity decreases as waves moves to shallower water
Back
diffraction
Front
The spreading of waves around the edge of a barrier
_the smaller the wavelength in comparison to the size of the obstacle, the less the diffraction
-diffraction occurring with two closely spaced holes forms antinodal and nodal lines
Back
Doppler effect
Front
Frequency, therefore pitch, is higher as the source approaches than it is at the source
Back
Destructive Interference
Front
Occurs when two waves come together to form a smaller resulting amplitude as they pass through each other.
Back
Constructive Interference
Front
Occurs when two waves come together to form a larger amplitude as they pass through each other
Back
Principle of Superposition
Front
When two or more waves are present simultaneously at the same place, the resultant disturbance is the sum of the disturbances from the individual waves
Back
Angle of Reflection
Front
The angle between the reflected ray and the line normal to the surface
Back
Waves
Front
carries energy not matter
Back
Wave is erect
Front
when the wave passes from more dense to less dense, reflected wave is this
Back
Beat Frequency
Front
The difference between the frequency of to component waves that are close in frequency
The further apart the two frequencies are, the higher the beat frequency (closer = slower)
The result of identical waves traveling in opposite directions forming nodes and antinodes
Back
Fundamental (1st Harmonic)
Front
Ends with Nodes: 1/2(wavelength)
Open Pipe: 1/2(Wavelength)
Closed Pipe: 1/4(wavelength)
Back
Resonance
Front
the condition under which a driving force can transmit large amounts of energy to an oscillating object, leading to large amplitude motion.
Occurs when the frequency of the driving force matches the natural frequency at which the object oscillates
Back
Ultrasonic
Front
Above what we can hear; >20,000 Hz; Bats
Back
middle
Front
We can hear; 20Hz -> 20,000 Hz; we're most sensitive to 2,000 - 4,000 Hz
Back
Hooke's Law
Front
F = -kx
k is N/m
Back
Longitudinal
Front
Particles vibrate parallel to propagation
compression and rarefaction, or condensation and expansions
Back
pitch
Front
how high or low we perceive a sound wave
Back
Wave velocity
Front
the velocity at which waves propagate
Back
Medium
Front
Material through which a disturbance travels
Back
Frequency of Sound
Front
Infrasonic, Middle, Ultrasonic
Back
Wave is inverted
Front
when the wave passes from less dense to more dense; reflected wave is this
Back
Angle of Incidence
Front
the angle between the incident ray and the line normal to the surface
Back
Going through mediums
Front
Changes the amplitude and the energy carried through or reflected depending on the differences of change
Back
Wave Velocity Equation
Front
v = frequency * wavelength
Back
Antinodes
Front
a point of constructive interference
- the point where the displacement caused by the interfering waves is largest
Back
Section 2
(5 cards)
1st Overtone (2nd Harmonic)
Front
Ends with Nodes: (wavelength)
Open Pipe: 1 (Wavelength)
Closed Pipe: 3/4(wavelength)
Back
Open Pipe Resonators
Front
Opened at both ends, ends with antinodes, room for air to compress
Back
Closed Pipe Resonator
Front
One end is closed
Back
3rd Overtone (4th Harmonic)
Front
Ends with Nodes: 2(wavelength)
Open Pipe: 2(Wavelength)
Closed Pipe: 7/4(wavelength)
Back
2nd Overtone (3rd harmonic)
Front
Ends with Nodes: 3/2(wavelength)
Open Pipe: 3/2(Wavelength)
Closed Pipe: 5/4(wavelength)